Results 81 to 90 of about 144 (124)
A new perspective on the Riesz potential
This paper offers a new perspective to look at the Riesz potential. On the one hand, it is shown that not only đq,qâąp-1âą(n-αâąp)â©đp,Îș-αâąp\mathfrak{L}^{q,qp^{-1}(n-\alpha p)}\cap\mathfrak{L}^{p,\kappa-\alpha p} contains IαâąLp,Îș{I_{\alpha}L^{p,\kappa ...
Xiao Jie
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Wiener amalgams and summability of Fourier series [PDF]
ome recent results on a general summability method, on the so-called ”-summability is summarized. New spaces, such as Wiener amalgams, Feichtingerâs algebra and modulation spaces are investigated in summability theory.
Weisz, Ferenc
core
Approximation From Shift-Invariant Subspaces of ...
: A complete characterization is given of closed shift-invariant subspaces of L 2 (IR d ) which provide a specified approximation order. When such a space is principal (i.e., generated by a single function), then this characterization is in terms of ...
Amos Ron, Ronald A. Devore, Carl de Boor
core
This article is devoted to a global CalderĂłn-Zygmund estimate in the framework of Lorentz spaces for the mm-order gradients of weak solution to a higher-order elliptic equation with pp-growth.
Tian Hong, Zheng Shenzhou
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Embeddings of Rearrangement Invariant Spaces That Are Not Strictly Singular
. We give partial answers to the following conjecture: the natural embedding of a rearrangement invariant space E into L1 ([0; 1]) is strictly singular if and only if G does not embed into E continuously, where G is the closure of the simple functions in
E.M. Semenov, S.J. Montgomery-Smith
core
Boundedness of Marcinkiewicz integrals with rough kernels on Musielak-Orlicz Hardy spaces. [PDF]
Li B, Liao M, Li B.
europepmc +1 more source
Abstract Korovkin-type theorems in modular spaces and applications
Bardaro Carlo +3 more
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Some characterizations of disjoint topological transitivity on Orlicz spaces. [PDF]
Chen CC, Du WS.
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Extrapolation to Morrey Banach spaces on spaces of homogeneous type
This paper introduces the Morrey Banach spaces on spaces of homogeneous type. We establish the Rubio de Francia extrapolation theory for Morrey Banach spaces on spaces of homogeneous type.
Ho Kwok-Pun
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Existence and uniqueness for double-phase Poisson equations with variable growth
We study a class of nonlinear elliptic problems driven by a double-phase operator with variable exponents, arising in the modeling of heterogeneous materials undergoing phase transitions.
Khamsi Mohamed A., Méndez Osvaldo
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